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CE - Editor
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I'm a Crazy Electronics Hacker & Engineer
Join Date: 2nd October 2006 Location: Dubai, UAE
Posts: 566
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Wow, this is an interesting problem.
I can just think of one possible way if its difficult to measure density / volume. However i suspect the shaft SHOULD have its data sheet somewhere in the office (which gives all the important details like weight). Anyway, here is a try from my side, (correct anything if its wrong): I will be assuming the following data: 1. your "Shaft" is a cylinder. 2. Your shaft is connected to a motor which can rotate it. 3. You have all the motor specifications like RPM, Power (kW) etc. We will use this formula to get the weight: For cylinder rotating along length..I (Moment of Inertia) is: So Mass(kg) = ( Iz * 2 ) / r2How to find I (Moment of Inertia) ?: torque = Iz x Alpha (Angular Acceleration in rad/s) Iz= Torque in N.m / Angular Acceleration in rad/s2 How to find torque and Angular Acceleration?: Torque-N.m = (60,000 * Power in kWh) / ( 2 * pi * RPM motor rotation speed ) Get power from Motor datasheet, or it will be printed on the motor in kW! Run the motor at constant speed to get RPM from a hand-held tachometer (Use same speed for other calculations). For Angular Acceleration: use this formula: final A.velocity in rad/s = Initial A.velocity in rad/s + Angular Acceleration * time in seconds. to use this, start the machine (Initial A.vel = 0) and calculate the time it takes to reach a constant final A.vel in RMP. Convert this final Angular Velocity to RPM by dividing the rad/s with 2pi. Then substitute in above formula to get Angular Acceleration in rad/s2. Do the above and (hopefully) you will get the shaft mass.
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